It
is the interaction between the frequencies of different notes
played together that gives music its richness and color. These
notes played together are called Chords.
As
there are rules in their construction, let's see how chords are
constructed from the harmonies made from playing several notes
together.
1.
Harmony :
Playing
more than one note at the same time is called harmony. The
difference in the pitch between two notes is called the interval.
There
are many different interval sizes, from the smallest interval
of one semitone up to an octave and beyond. Each interval
size has a different sound, and is given its own name based on
the notes in the Major scale.
The
richness and variety of harmony multiplies with each note you
add. Harmonies with three or more notes are called chords
and they provide the harmonic structure or background mood of
a piece of music. Intervals are the building blocks of chords.
2.
Interval Sizes :
The
sound and feel of different interval sizes varies greatly.
With some intervals, notes blend naturally together to create
a pleasing (consonant) sound. Other intervals create a more
complex and colored (dissonant) sound.
Both
consonant and dissonant intervals are used in music, in combination.
Too much consonance in music makes it easy to listen to.(Commonly
used in Pop Music, Ballads, Rock, Heavy Metal...etc)
Dissonance
adds a tension to music which, if used well, has a real "powerful"
effect. Too much dissonance, makes music less accessible,
except to a narrower audience. (Dissonance chords are widely used
in Jazz, Bossa Nova, Jazz-Rock...)
3.
Shown below are all the intervals and their sizes (measured in
semitones) of up to an octave, with a brief description of their
sound.
1.
Unison intervals are two identical notes played together.
They are always strongly consonant, and difficult to tell apart.
2.
Minor second intervals are strongly dissonant, with a warbling
sound in the background, as if the two notes are fighting with
each other. Major
Second intervals are less dissonant, but the notes still do not
sit completely at ease with each other.
3. Minor third intervals are strongly consonant, with a melancholy
flavour to the sound. They form the basis of minor chords
and scales. Major third intervals are strongly consonant,
making a stable and pleasing sound. They forms the basis
of major chords / scales.
4. Perfect fourth intervals are mildly dissonant, with a stretched
feeling as if it would rather return to a major third.
Tritone intervals are dissonant, and are often found in
chords of four notes or more, where it adds a particular harmonic
spice.
5.
Perfect fifth intervals are strongly consonant, and are found
in both minor and major chords. They add solidness, but
not much character to the harmony.
6. Minor sixth intervals are mildly dissonant. Major
sixth intervals are consonant (used widely in Jazz, Bossa Nova
& Fusion).
7.
Minor seventh intervals are mildly dissonant. Major
seventh intervals are dissonant (used widely in Blues)
8. Octave intervals are strongly consonant, like unison, because
notes an octave apart sound similar to each other, just higher
or lower.
Intervals
of more than twelve semitones are repeats of these intervals,
but with a slightly different effect because of the extra octave
of separation. Intervals of up to 21 semitones are regularly
used in the construction of chords. These
intervalls are used in Jazz and Latin music mostly but also in
Arabic and Indian musics.
4. Basic chords, practically :
Beyond theory about intervalls and chords - on which it might
possible to write a book -, let's focus on the commonly used Chords
: They are usually composed of 3 basic notes (also called Triad):
a tonic / root (=the note who give its name to the Chord)
a "third" (note that minor third will sound a bit
melancholic while a major third will sound more positively entertaining)
a fifth.
Example : the Chord "C Major" will be made of C (tonic), E
(major third), G (fifth)
5.
About Major Chord Types & harmonic extensions :
Chords
being built from the combination of intervals formed by playing
three (Triad) or more different notes together, there are many
different chord types, and each one is defined by its formula,
a unique combination of intervals. Each of these intervals
is measured from the starting tonic note.
In
the above example above, the major chord has a formula made from
the triad Tonic + third + fifth (also called degrees 1, 3 and
5)
Extended chords are the chord types of four or more notes which
are formed by adding extra notes to a triad. There are many
ways to extend each of the triads, depending on the combination
of notes added.
Note
that this series contains the flat seventh degree (also called
dominant seventh) rather than the perfect seventh. With
chords, the flat seventh is so common that it is simply called
the seventh, and the perfect seventh is referred to as the major
seventh to distinguish it.
Here
are the chord types formed by the harmonic extension of the major triad.
Maj |
1
3 5 |
Major |
7 |
1
3 5 b7 |
seventh |
9 |
1
3 5 b7 9 |
ninth |
11 |
1
3 5 b7 9 11 |
eleventh |
13 |
1
3 5 b7 9 (11) 13 |
thirteenth |
Note
: b7 means the seventh is a minor one (10 semitones)
Other Major Chords : Many other chord types can be formed from
the major triad (1, 3, 5), using other degrees, or a combination
of harmonic and other degrees. These are listed below.
6 |
1
3 5 6 |
Sixth |
add9 |
1
3 5 9 |
add
ninth |
6add9 |
1
3 5 6 9 |
sixth
add ninth |
Maj7 |
1
3 5 7 |
major
seventh |
Maj9 |
1
3 5 7 9 |
major
ninth |
7
b9 |
1
3 5 7 b9 |
seven,
flat ninth |
7#9 |
1
3 5 7 #9 |
seventh,
sharp ninth |
9#11 |
1
3 5 b7 9 #11 |
nonth,
sharp eleventh |
13b9 |
1
3 5 b7 b9 13 |
thirteenth,
flat ninth |
13#9 |
1
3 5 b7 #9 13 |
thirteenth,
sharp ninth |
Maj13 |
1
3 5 7 9 13 |
major
thirteenth |
6. About Minor Chord Types & harmonic
extensions :
As
major chords are made of a major third, there is a serie of chord
types formed by the harmonic extension of the minor triad.
The only difference between Major and Minor Chord is their third
(which gives the melancholic or happy "color")
Previous
example was : Chord "C Major" will be made of
C (tonic), E (major third), G (fifth)
Current
example was : Chord "C Minor" will be made of
C (tonic), D#(minor third), G (fifth)
Therefore,
all chords structure listed in the previous tables above can be
build as well , just playing a Minor third (3 semitones) instead
of a Major third (4 semitones). This also applied for :
7.
Major Flat Fifth Chords :
Several
of these are similar to major chords, with the only difference
of a one semitone diminished fifth degree.
8.
Augmented Chords :
These
often correspond to the Major Flat Fifth chord types listed above.
The symbols "#5" and "+" in chord names both indicate the augmenting
of the fifth degree.
9. Naming some more Chords :
You
can make new chord names from existing ones by using the original
name and manipulating the degrees of it. For example, you
may like the sound of the chord which is a m11 (minor eleventh)
but with the fifth degree raised by a semitone (augmented).
This
particular chord has not been listed above, but when you call
it "m11#5" (or minor 11 and augmented 5th), it is readily
understood by other musicians that might play with you or it is
just a convenient way to remember them during your compositions
for example. |